MELDE'S EXPERIMENT
Aim: To demonstrate the formation of stationary waves and verify that the number of loops in perpendicular position is twice the number of loops in the parallel position, if length of string and mass are kept constant.
Apparatus: A tuning fork, a thin light string, a pulley, weight box, rubber hammer, meter scale and retort stand.
Diagram:
Parallel Position
Perpendicular Position
Observations:
g = 980 CGS units
Parallel Position:
1. Mass of the pan (m1) = 1 gm
2. Mass in the pan (m2) = ______ gm
3. Total mass m = m1 + m2 = _________ gm
4. Length of the string (L) = __________ cm
5. No of loops (p) = _______
6. Length of each loop ( l = L/p) = ________ cm
7. Tension in the string T = mg = ________ dynes
8. p2T = ______
Perpendicular Position:
1. Mass of the pan (m1) = 1 gm
2. Mass in the pan (m2) = ______ gm
3. Total mass m = m1 + m2 = _________ gm
4. Length of the string (L) = __________ cm
5. No of loops (p) = _______
6. Length of each loop ( l = L/p) = ________ cm
7. Tension in the string T = mg = ________ dynes
8. p2T = ______
Result:
We conclude from above that the number of loops in perpendicular position is twice the number of loops in parallel position.
We conclude from above that the number of loops in perpendicular position is twice the number of loops in parallel position.